<snapdata remixID="13028122"><project name="U3L1-FractalArt" app="Snap! 9.0, https://snap.berkeley.edu" 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select="1"><scene name="U3L1-FractalArt"><notes></notes><hidden></hidden><headers></headers><code></code><blocks><block-definition s="Nested triangle, Size %&apos;size&apos;" type="command" category="control"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="Nested Triangle size %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script><list></list></block></script></block-definition><block-definition s="Nested triangle size" type="command" category="motion"><header></header><code></code><translations></translations><inputs></inputs></block-definition><block-definition s="Nested Triangle size %&apos;size&apos;" type="command" category="motion"><header></header><code></code><translations></translations><inputs><input type="%n"></input></inputs><script><block s="doIf"><block s="reportVariadicGreaterThan"><list><block var="size"/><l>9</l></list></block><script><block s="doRepeat"><l>3</l><script><block s="forward"><block var="size"/></block><custom-block s="Nested Triangle size %n"><block s="reportQuotient"><block var="size"/><l>2</l></block></custom-block><block s="turn"><l>120</l></block></script></block></script><list></list></block></script></block-definition></blocks><stage name="Stage" width="480" height="360" costume="0" color="255,255,255,1" tempo="60" threadsafe="false" penlog="false" volume="100" pan="0" lines="round" ternary="false" hyperops="true" codify="false" inheritance="true" sublistIDs="false" 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